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- Infinite_loop_space_machine abstract "In topology, a branch of mathematics, given a topological monoid X up to homotopy (in a nice way), an infinite loop space machine produces a group completion of X together with infinite loop space structure. For example, one can take X to be the classifying space of a symmetric monoidal category S; that is, . Then the machine produces the group completion . The space may be described by the K-theory spectrum of S.".
- Infinite_loop_space_machine wikiPageExternalLink 22.pdf.
- Infinite_loop_space_machine wikiPageID "41273889".
- Infinite_loop_space_machine wikiPageRevisionID "592382349".
- Infinite_loop_space_machine subject Category:Homotopy_theory.
- Infinite_loop_space_machine subject Category:Topological_spaces.
- Infinite_loop_space_machine subject Category:Topology.
- Infinite_loop_space_machine comment "In topology, a branch of mathematics, given a topological monoid X up to homotopy (in a nice way), an infinite loop space machine produces a group completion of X together with infinite loop space structure. For example, one can take X to be the classifying space of a symmetric monoidal category S; that is, . Then the machine produces the group completion . The space may be described by the K-theory spectrum of S.".
- Infinite_loop_space_machine label "Infinite loop space machine".
- Infinite_loop_space_machine sameAs m.0zgc67w.
- Infinite_loop_space_machine sameAs Q16926157.
- Infinite_loop_space_machine sameAs Q16926157.
- Infinite_loop_space_machine wasDerivedFrom Infinite_loop_space_machine?oldid=592382349.
- Infinite_loop_space_machine isPrimaryTopicOf Infinite_loop_space_machine.